superfluidity

The superfluidity effects in light nuclei

轻原子核中的超流效应

The quantum fluctuations , distributions , and second correlations of Cooper pairs and Josephson superfluidity in the two cases are discussed .

讨论了两种情形下库珀对与约瑟夫森超流性的量子噪声、分布及二阶相关特性。

Optimal mix design for superfluidity self-compacting concrete

超流态免振混凝土配合比的优化设计研究

The solitary wave model of superfluidity

超流动性的孤波模型

Molecular - helium clusters showing onset of superfluidity

显现超流体最初端倪的分子&氦团簇

Self-energy Dispersion Effects on Neutron Matter Superfluidity

中子物质中超流性的自能色散效应

Leggett ( USA ) . Both superconductivity and superfluidity occur at very low temperatures .

超导性和超流动性是极端低温状态下产生的两种现象。

Studies of superfluidity in retrospect

超流研究的历史回顾

It is emphasized that superfluidity is such a macroscopic quantum-mechanical phenomenon as superconductivity . $

强调指出超流与超导一样是一种宏观量子现象。

This paper points out that real estate in the background of capital market is relatively in over supply , capital is in the condition of superfluidity both at home and abroad .

当前房地产发展处于资本相对过剩的环境，无论是国内还是国际上，资金都处于超级流动状态。

The 2003 Nobel Prize in Physics was awarded to three physicists who have made decisive contributions concerning two phenomena in quantum physics : superconductivity and superfluidity .

2003年度诺贝尔物理学奖授予3位独立从事超导体研究的科学家，以表彰他们在量子物理学领域对超导体和超流体理论上做出的开创性贡献。

Su ( 2 ) and Glauber coherent states of Cooper pairs in superconductor & studies of the quantum characters of Cooper pairs and Josephson superfluidity

超导体中库珀对的SU（2）与Glauber相干态&库珀对与约瑟夫森超流性的量子特性研究

Bose-Einstein condensation ( BEC ) is one of the most important results in quantum statistics . It is also the theoretical basis of many macroscopic quantum phenomena , such as superconductivity and superfluidity .

玻色&爱因斯坦凝聚（BEC）是量子统计学中最重要的结论之一，是超导，超流等宏观量子现象的理论基础。

Basically superfluidity is a kind of quantum effect , that is Bose condensation . We can explain the superfluidity phenomenon by the theory of Bose condensation in statistical mechanics and two-fluid model .

超流现象从本质上是一种量子效应&玻色凝聚，可以用玻色凝聚的统计力学理论以及二流体模型予以解释。

The effects of the dispersion and ground state correlation of the single particle self-energy on neutron matter superfluidity have been investigated in the framework of the Extended Brueckner-Hartree-Fock and the generalized BCS approaches .

利用扩展的Brueckner-Hartree-Fock理论与推广的BCS方法研究了自能的色散效应和基态关联对中子物质中超流性和能隙的影响。

Unlike fermions , there is no limit to the number of bosons that can occupy the same quantum state , a behaviour that gives rise to the superfluidity of helium-4 .

玻色子与费米子不同，占有同一量子态的玻色子数目不受限制，这一性状引发氦-4的超流性。

We formulize explicitly the inner structure of vortices , especially the co-center vortex lines on ground state and their thermal splitting , which induce the superconductivity carried by charged mode and superfluidity carried by the neutral mode , respectively .

此理论可更明确的描述涡旋的拓扑内部结构，特别是涡旋线在基态共同中心和热分裂，这将使带荷模和中性模分别具有超导和超流特征。

For Fermi atoms , which can be used to study the nature of superfluidity and the BCS-BEC crossover physics mechanism ; while for Bose atoms , we can study the technology of two Bose condensates associated , transformation and other issues .

对于费米原子，这种技术可以用来研究超流的本质以及BCS-BEC渡越物理机制；而对于玻色原子，这种技术可以研究两种玻色凝聚体的关联、转化等问题。

With the development tendency : On one hand : Combining with ultracold degenerate Fermi gas and quantum control method of magnetic field Feshbach resonance , optical association and optical lattices , we could further research quantum and superfluidity phenomena of ultracold degenerate Fermi gas .

从发展的趋势来看，一方面超冷简并费米气体将和磁场Feshbach共振、光缔合、光晶格等量子操控手段紧密地结合起来研究其量子相变、超流行为等深层次的物理问题。